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In a certain code language, 'TREE' is written as 'WWHJ', and 'LEAF' is written as 'OJDK'. How will 'BARK' be written in that language?

  1. A
    EFTP
  2. B
    GFUN
  3. C
    GDWN
  4. D
    EFUP

Solution & Step-by-step Explanation

The positional values of the letters in alphabetical order are used to determine the logic:
For 'TREE' → 'WWHJ':

T(20)+3=W(23)

R(18)+5=W(23)

E(5)+3=H(8)

E(5)+5=J(10)
The pattern is alternating additions of +3 and +5.

Let's check 'LEAF' → 'OJDK':

L(12)+3=O(15)

A(1)+4→ Let's re-verify the vowel/consonant pattern.
Alternatively, look at the positions:

L(12)+3=O(15)

E(5)+5=J(10)

A(1)+3=D(4)

F(6)+5=K(11)
So the operation is consistently +3,+5,+3,+5 across the positions.

Applying the same logic to 'BARK':

B(2)+3=E(5)

A(1)+5=F(6)

R(18)+3=U(21)

K(11)+5=P(16)

Thus, 'BARK' is coded as 'EFUP'.

Practice this question

Try it yourself before checking the explanation above.

In a certain code language, 'TREE' is written as 'WWHJ', and 'LEAF' is written as 'OJDK'. How will 'BARK' be written in that language?
A
EFTP
B
GFUN
C
GDWN
D
EFUP

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